Cycle of educationPR24: 2015/2016
The name of the faculty organization unit: The faculty Mathematics and Applied Physics
The name of the field of study: Mathematics
The area of study: sciences
The profile of studing:
The level of study: second degree study
Type of study: full time
discipline specialities : Applications of Mathematics in Computer Science, Applications of Mathematics in Economics
The degree after graduating from university:
The name of the module department : Department of Mathematics
The code of the module: 1490
The module status: mandatory for the speciality Applications of Mathematics in Economics
The position in the studies teaching programme: sem: 2 / W30 C30 / 4 ECTS / Z
The language of the lecture: Polish
The name of the coordinator: Beata Rzepka, prof. PRz, DSc, PhD
office hours of the coordinator: w terminach podanych w harmonogramie pracy jednostki.
semester 2: Mariola Walczyk, PhD
The main aim of study: To familiarize the students with the notion of the financial and physical investment as well as with methods of evaluation of their effectiveness. Upon completion of this module the student should know the indicators and methods (static and dynamic) of evaluate of the effectiveness of the investments.
The general information about the module: The module is implemented in the second semester. It consists of 30 hours of lectures and 30 hours of tutorials.
1 | M. Sierpińska, T. Jachna | Ocena przedsiębiorstwa według standardów światowych | PWN, Warszawa. | 2006 |
2 | M. Sobczyk | Matematyka finansowa | Agencja Wydawnicza PLACET, Warszawa. | 2011 |
3 | E. Nowak, E. Pielichaty, M. Poszwa | Rachunek opłacalności inwestowania | Polskie Wydawnictwo Ekonomiczne, Warszawa. | 1999 |
4 | W. Rogowski | Rachunek efektywności przedsięwzięć inwestycyjnych | Oficyna Ekonomiczna, Oddział Polskich Wydawnictw Profesjonalnych Sp. z o.o., Kraków. | 2004 |
5 | M. Podgórska, J. Klimkowska | Matematyka finansowa | PWN, Warszawa. | 2005 |
6 | K. Jajuga, T. Jajuga | Inwestycje: instrumenty finansowe, ryzyko finansowe, inżynieria finansowa | PWN, Warszawa. | 1999 |
1 | M. Sobczyk | Matematyka finansowa | Agencja Wydawnicza PLACET, Warszawa. | 2011 |
2 | M. Podgórska, J. Klimkowska | Matematyka finansowa | PWN, Warszawa. | 2005 |
3 | M. Sierpińska, T. Jachna | Ocena przedsiębiorstwa według standardów światowych | PWN, Warszawa. | 2006 |
Formal requirements: Basic knowledge of mathematics of finance.
Basic requirements in category knowledge: A student has mathematical knowledge which allows him to understand mathematical terms which are lectured.
Basic requirements in category skills: Ability to use fundamental mathematical tools in order to solve a task.
Basic requirements in category social competences: A student is prepared to undertake substantiated mathematical operations in order to solve a task.
MEK | The student who completed the module | Types of classes / teaching methods leading to achieving a given outcome of teaching | Methods of verifying every mentioned outcome of teaching | Relationships with KEK | Relationships with OEK |
---|---|---|---|---|---|
01 | knows how to evaluate physical investment by using static methods for assessing effectiveness: payback period, accounting rate of return, calculus of break even points, sensitivity analysis | lecture, tutorials | test |
K_W002+ K_U002+ K_U016+ |
W01++ U03+ U05+ |
02 | knows how to evaluate physical investment or financial investment by using dynamic methods for assessing effectiveness: net present value, internal rate of return | lecture, tutorials | test |
K_W002+ K_W004+ K_U002+ K_U016+ K_K001+ K_K002+ K_K003+ K_K004+ |
W01++ U03+ U05+ U07+ K01+ K02+ K03+ K04+ K05+ K06+ K07+ |
03 | knows how to describe financial investment by using deterministic sequence of payments | lecture, tutorials | test |
K_W002+ K_U002+ K_U016+ |
W01++ U03+ U05+ |
Attention: Depending on the epidemic situation, verification of the achieved learning outcomes specified in the study program, in particular credits and examinations at the end of specific classes, can be implemented remotely (real-time meetings).
Sem. | TK | The content | realized in | MEK |
---|---|---|---|---|
2 | TK01 | W01, C01 | MEK01 MEK02 MEK03 | |
2 | TK02 | W02, W03, W04, W05, C02, C03, C04, C05 | MEK01 | |
2 | TK03 | W06, W07, W08, W09, C05, C06, C07, C08 | MEK02 | |
2 | TK04 | C09 | MEK01 MEK02 | |
2 | TK05 | W10, C10 | MEK03 | |
2 | TK06 | W11, W12, W13, W14, W15, C11, C12, C13, C14 | MEK02 MEK03 | |
2 | TK07 | C15 | MEK02 MEK03 |
The type of classes | The work before classes | The participation in classes | The work after classes |
---|---|---|---|
Lecture (sem. 2) | contact hours:
30.00 hours/sem. |
complementing/reading through notes:
5.00 hours/sem. |
|
Class (sem. 2) | The preparation for a Class:
15.00 hours/sem. The preparation for a test: 10.00 hours/sem. |
contact hours:
30.00 hours/sem. |
Finishing/Studying tasks:
15.00 hours/sem. |
Advice (sem. 2) | The preparation for Advice:
2.00 hours/sem. |
The participation in Advice:
4.00 hours/sem. |
|
Credit (sem. 2) |
The type of classes | The way of giving the final grade |
---|---|
Lecture | A credit for the lecture is based on attendance at the lectures. |
Class | A credit for the tutorials is based on the results of two tests and oral answers. |
The final grade | The final grade is a credit for the tutorials. |
Required during the exam/when receiving the credit
(-)
Realized during classes/laboratories/projects
(-)
Others
(-)
Can a student use any teaching aids during the exam/when receiving the credit : no